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{'Nk2': 29700, 'analytic_conductor': 132.31665134570903, 'analytic_rank': 0, 'analytic_rank_proved': True, 'atkin_lehner_eigenvals': [[3, -1], [5, 1], [11, 1]], 'atkin_lehner_string': '-++', 'char_conductor': 1, 'char_degree': 1, 'char_is_minimal': True, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [825, 1, [551, 727, 376], [1, 1, 1]], 'cm_discs': [], 'conrey_index': 1, 'conrey_indexes': [1], 'dim': 2, 'field_disc': 177, 'field_disc_factorization': [[3, 1], [59, 1]], 'field_poly': [-44, -1, 1], 'field_poly_is_cyclotomic': False, 'field_poly_is_real_cyclotomic': False, 'field_poly_root_of_unity': 0, 'fricke_eigenval': -1, 'has_non_self_twist': 0, 'hecke_cutters': [[2, [-38, -5, 1]]], 'hecke_orbit': 5, 'hecke_orbit_code': 18014398610146105, 'hecke_ring_generator_nbound': 2, 'hecke_ring_index': 1, 'hecke_ring_index_factorization': [], 'hecke_ring_index_proved': True, 'inner_twist_count': 1, 'inner_twists': [[1, 1, 1, 1, 1, 1, 1]], 'is_cm': False, 'is_polredabs': True, 'is_rm': False, 'is_self_dual': True, 'is_self_twist': False, 'is_twist_minimal': False, 'label': '825.6.a.e', 'level': 825, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 'level_primes': [3, 5, 11], 'level_radical': 165, 'minimal_twist': '33.6.a.c', 'nf_label': '2.2.177.1', 'prim_orbit_index': 1, 'qexp_display': 'q+(3-\\beta )q^{2}+9q^{3}+(21-5\\beta )q^{4}+(3^{3}+\\cdots)q^{6}+\\cdots', 'related_objects': [], 'relative_dim': 2, 'rm_discs': [], 'sato_tate_group': '5.2.3.c1', 'self_twist_discs': [], 'self_twist_type': 0, 'space_label': '825.6.a', 'trace_display': [5, 18, 0, 286], 'trace_hash': 970240412839193456, 'trace_moments': [{'__RealLiteral__': 0, 'data': '0.029', 'prec': 17}, {'__RealLiteral__': 0, 'data': '1.965', 'prec': 17}, {'__RealLiteral__': 0, 'data': '0.001', 'prec': 17}, {'__RealLiteral__': 0, 'data': '9.776', 'prec': 17}, {'__RealLiteral__': 0, 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mf_hecke_nf • Show schema
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mf_newspaces • Show schema
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{'AL_dims': [[[[3, -1], [5, -1], [11, -1]], 23, 2], [[[3, 1], [5, -1], [11, -1]], 20, 2], [[[3, 1], [5, -1], [11, 1]], 22, 2], [[[3, -1], [5, 1], [11, -1]], 16, 5], [[[3, 1], [5, 1], [11, 1]], 18, 4], [[[3, -1], [5, -1], [11, 1]], 21, 2], [[[3, -1], [5, 1], [11, 1]], 19, 4], [[[3, 1], [5, 1], [11, -1]], 21, 4]], 'ALdims': [18, 21, 22, 20, 19, 16, 21, 23], 'Nk2': 29700, 'analytic_conductor': 132.31665134570903, 'char_conductor': 1, 'char_degree': 1, 'char_is_real': True, 'char_orbit_index': 1, 'char_orbit_label': 'a', 'char_order': 1, 'char_parity': 1, 'char_values': [825, 1, [551, 727, 376], [1, 1, 1]], 'conrey_index': 1, 'cusp_dim': 588, 'dim': 160, 'eis_dim': 24, 'eis_new_dim': 0, 'hecke_cutter_primes': [2], 'hecke_orbit_code': 100664121, 'hecke_orbit_dims': [1, 1, 2, 2, 2, 3, 3, 3, 3, 3, 5, 5, 7, 7, 7, 8, 8, 9, 9, 10, 10, 13, 13, 13, 13], 'label': '825.6.a', 'level': 825, 'level_is_prime': False, 'level_is_prime_power': False, 'level_is_square': False, 'level_is_squarefree': False, 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mf_twists_nf • Show schema
Hide schema
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id: 521798
{'conductor': 5, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '825.6.a.e', 'source_level': 825, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 3, 'target_is_minimal': True, 'target_label': '33.6.a.c', 'target_level': 33, 'twist_class_label': '33.6.a.c', 'twist_class_level': 33, 'twisting_char_label': '5.b', 'twisting_char_orbit': 2, 'weight': 6}
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id: 521799
{'conductor': 15, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '825.6.a.e', 'source_level': 825, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 6, 'target_is_minimal': False, 'target_label': '99.6.a.f', 'target_level': 99, 'twist_class_label': '33.6.a.c', 'twist_class_level': 33, 'twisting_char_label': '15.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 521800
{'conductor': 55, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '825.6.a.e', 'source_level': 825, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '363.6.a.j', 'target_level': 363, 'twist_class_label': '33.6.a.c', 'twist_class_level': 33, 'twisting_char_label': '55.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 521801
{'conductor': 20, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': -1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '825.6.a.e', 'source_level': 825, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 19, 'target_is_minimal': False, 'target_label': '528.6.a.s', 'target_level': 528, 'twist_class_label': '33.6.a.c', 'twist_class_level': 33, 'twisting_char_label': '20.d', 'twisting_char_orbit': 4, 'weight': 6}
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id: 521802
{'conductor': 1, 'degree': 1, 'multiplicity': 1, 'order': 1, 'parity': 1, 'self_twist_disc': 1, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '825.6.a.e', 'source_level': 825, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 5, 'target_is_minimal': False, 'target_label': '825.6.a.e', 'target_level': 825, 'twist_class_label': '33.6.a.c', 'twist_class_level': 33, 'twisting_char_label': '1.a', 'twisting_char_orbit': 1, 'weight': 6}
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id: 521803
{'conductor': 165, 'degree': 1, 'multiplicity': 1, 'order': 2, 'parity': 1, 'self_twist_disc': 0, 'source_char_orbit': 1, 'source_dim': 2, 'source_hecke_orbit': 5, 'source_is_minimal': False, 'source_label': '825.6.a.e', 'source_level': 825, 'target_char_orbit': 1, 'target_dim': 2, 'target_hecke_orbit': 10, 'target_is_minimal': False, 'target_label': '1089.6.a.j', 'target_level': 1089, 'twist_class_label': '33.6.a.c', 'twist_class_level': 33, 'twisting_char_label': '165.d', 'twisting_char_orbit': 4, 'weight': 6}
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mf_hecke_charpolys • Show schema
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id: 1378675
{'charpoly_factorization': [[[-38, -5, 1], 1]], 'hecke_orbit_code': 18014398610146105, 'p': 2}
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id: 1378676
{'charpoly_factorization': [[[-9, 1], 2]], 'hecke_orbit_code': 18014398610146105, 'p': 3}
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id: 1378677
{'charpoly_factorization': [[[0, 1], 2]], 'hecke_orbit_code': 18014398610146105, 'p': 5}
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id: 1378678
{'charpoly_factorization': [[[16024, -286, 1], 1]], 'hecke_orbit_code': 18014398610146105, 'p': 7}
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id: 1378679
{'charpoly_factorization': [[[121, 1], 2]], 'hecke_orbit_code': 18014398610146105, 'p': 11}
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id: 1378680
{'charpoly_factorization': [[[-57008, -166, 1], 1]], 'hecke_orbit_code': 18014398610146105, 'p': 13}
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id: 1378681
{'charpoly_factorization': [[[700, -800, 1], 1]], 'hecke_orbit_code': 18014398610146105, 'p': 17}
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id: 1378682
{'charpoly_factorization': [[[538272, 1476, 1], 1]], 'hecke_orbit_code': 18014398610146105, 'p': 19}
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id: 1378683
{'charpoly_factorization': [[[-3088328, -3370, 1], 1]], 'hecke_orbit_code': 18014398610146105, 'p': 23}
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id: 1378684
{'charpoly_factorization': [[[3378828, -6600, 1], 1]], 'hecke_orbit_code': 18014398610146105, 'p': 29}
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id: 1378685
{'charpoly_factorization': [[[8931328, 7528, 1], 1]], 'hecke_orbit_code': 18014398610146105, 'p': 31}
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id: 1378686
{'charpoly_factorization': [[[222923316, -29916, 1], 1]], 'hecke_orbit_code': 18014398610146105, 'p': 37}
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id: 1378687
{'charpoly_factorization': [[[-14080172, 5780, 1], 1]], 'hecke_orbit_code': 18014398610146105, 'p': 41}
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id: 1378688
{'charpoly_factorization': [[[-29676624, -16656, 1], 1]], 'hecke_orbit_code': 18014398610146105, 'p': 43}
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id: 1378689
{'charpoly_factorization': [[[-266939288, 7850, 1], 1]], 'hecke_orbit_code': 18014398610146105, 'p': 47}
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id: 1378690
{'charpoly_factorization': [[[-165085872, 14178, 1], 1]], 'hecke_orbit_code': 18014398610146105, 'p': 53}
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id: 1378691
{'charpoly_factorization': [[[-21579488, -17300, 1], 1]], 'hecke_orbit_code': 18014398610146105, 'p': 59}
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id: 1378692
{'charpoly_factorization': [[[-238059096, 2946, 1], 1]], 'hecke_orbit_code': 18014398610146105, 'p': 61}
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id: 1378693
{'charpoly_factorization': [[[-207633776, 31336, 1], 1]], 'hecke_orbit_code': 18014398610146105, 'p': 67}
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id: 1378694
{'charpoly_factorization': [[[-138914952, 33810, 1], 1]], 'hecke_orbit_code': 18014398610146105, 'p': 71}
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id: 1378695
{'charpoly_factorization': [[[-1593591164, 60644, 1], 1]], 'hecke_orbit_code': 18014398610146105, 'p': 73}
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id: 1378696
{'charpoly_factorization': [[[-3977569112, -1870, 1], 1]], 'hecke_orbit_code': 18014398610146105, 'p': 79}
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id: 1378697
{'charpoly_factorization': [[[552313872, -58296, 1], 1]], 'hecke_orbit_code': 18014398610146105, 'p': 83}
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id: 1378698
{'charpoly_factorization': [[[-7896843132, -92388, 1], 1]], 'hecke_orbit_code': 18014398610146105, 'p': 89}
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id: 1378699
{'charpoly_factorization': [[[-20063108900, 7120, 1], 1]], 'hecke_orbit_code': 18014398610146105, 'p': 97}
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mf_newform_portraits • Show schema
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{'char_orbit_index': 1, 'hecke_orbit': 5, 'label': '825.6.a.e', 'level': 825, 'portrait': 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', 'weight': 6}
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mf_hecke_traces • Show schema
Hide schema
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id: 155696000
{'hecke_orbit_code': 18014398610146105, 'n': 1, 'trace_an': 2}
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id: 155696001
{'hecke_orbit_code': 18014398610146105, 'n': 2, 'trace_an': 5}
-
id: 155696002
{'hecke_orbit_code': 18014398610146105, 'n': 3, 'trace_an': 18}
-
id: 155696003
{'hecke_orbit_code': 18014398610146105, 'n': 4, 'trace_an': 37}
-
id: 155696004
{'hecke_orbit_code': 18014398610146105, 'n': 5, 'trace_an': 0}
-
id: 155696005
{'hecke_orbit_code': 18014398610146105, 'n': 6, 'trace_an': 45}
-
id: 155696006
{'hecke_orbit_code': 18014398610146105, 'n': 7, 'trace_an': 286}
-
id: 155696007
{'hecke_orbit_code': 18014398610146105, 'n': 8, 'trace_an': 375}
-
id: 155696008
{'hecke_orbit_code': 18014398610146105, 'n': 9, 'trace_an': 162}
-
id: 155696009
{'hecke_orbit_code': 18014398610146105, 'n': 10, 'trace_an': 0}
-
id: 155696010
{'hecke_orbit_code': 18014398610146105, 'n': 11, 'trace_an': -242}
-
id: 155696011
{'hecke_orbit_code': 18014398610146105, 'n': 12, 'trace_an': 333}
-
id: 155696012
{'hecke_orbit_code': 18014398610146105, 'n': 13, 'trace_an': 166}
-
id: 155696013
{'hecke_orbit_code': 18014398610146105, 'n': 14, 'trace_an': 1600}
-
id: 155696014
{'hecke_orbit_code': 18014398610146105, 'n': 15, 'trace_an': 0}
-
id: 155696015
{'hecke_orbit_code': 18014398610146105, 'n': 16, 'trace_an': -335}
-
id: 155696016
{'hecke_orbit_code': 18014398610146105, 'n': 17, 'trace_an': 800}
-
id: 155696017
{'hecke_orbit_code': 18014398610146105, 'n': 18, 'trace_an': 405}
-
id: 155696018
{'hecke_orbit_code': 18014398610146105, 'n': 19, 'trace_an': -1476}
-
id: 155696019
{'hecke_orbit_code': 18014398610146105, 'n': 20, 'trace_an': 0}
-
id: 155696020
{'hecke_orbit_code': 18014398610146105, 'n': 21, 'trace_an': 2574}
-
id: 155696021
{'hecke_orbit_code': 18014398610146105, 'n': 22, 'trace_an': -605}
-
id: 155696022
{'hecke_orbit_code': 18014398610146105, 'n': 23, 'trace_an': 3370}
-
id: 155696023
{'hecke_orbit_code': 18014398610146105, 'n': 24, 'trace_an': 3375}
-
id: 155696024
{'hecke_orbit_code': 18014398610146105, 'n': 25, 'trace_an': 0}
-
id: 155696025
{'hecke_orbit_code': 18014398610146105, 'n': 26, 'trace_an': 3778}
-
id: 155696026
{'hecke_orbit_code': 18014398610146105, 'n': 27, 'trace_an': 1458}
-
id: 155696027
{'hecke_orbit_code': 18014398610146105, 'n': 28, 'trace_an': 9716}
-
id: 155696028
{'hecke_orbit_code': 18014398610146105, 'n': 29, 'trace_an': 6600}
-
id: 155696029
{'hecke_orbit_code': 18014398610146105, 'n': 30, 'trace_an': 0}
-
id: 155696030
{'hecke_orbit_code': 18014398610146105, 'n': 31, 'trace_an': -7528}
-
id: 155696031
{'hecke_orbit_code': 18014398610146105, 'n': 32, 'trace_an': -10625}
-
id: 155696032
{'hecke_orbit_code': 18014398610146105, 'n': 33, 'trace_an': -2178}
-
id: 155696033
{'hecke_orbit_code': 18014398610146105, 'n': 34, 'trace_an': 7310}
-
id: 155696034
{'hecke_orbit_code': 18014398610146105, 'n': 35, 'trace_an': 0}
-
id: 155696035
{'hecke_orbit_code': 18014398610146105, 'n': 36, 'trace_an': 2997}
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